Question

which coordinate is the same as the y-coordinate of point g? x-coordinate of point g; y-coordinate of point g; opposite of x-coordinate of point g; opposite of y-coordinate of point g; g (-2, -4), g (4, -2)

Explanation:

Step1: Get G's y-coordinate

Point G is (-2, -4), so its y-coordinate is -4.

Step2: Get G'’s y-coordinate

Point G' is (4, -2), so its y-coordinate is -2.

Step3: Check options

G's x-coordinate is -2; opposite of -2 is 2? No. Wait: G's x-coordinate is -2, opposite is 2? No, G'’s y-coordinate is -2. Wait correction: G's x-coordinate is -2, opposite is 2? No, wait G's coordinates: (-2,-4). G'’s y-coordinate is -2. Which option equals -2? Opposite of G's x-coordinate: G's x is -2, opposite is 2? No. Wait wait: G's y-coordinate is -4, opposite is 4? No. Wait G'’s y-coordinate is -2. G's x-coordinate is -2, opposite is 2? No. Wait wait the options: Let's recheck. G is (-2,-4). G'’s y-coordinate is -2. Which option is -2? Opposite of G's x-coordinate: G's x is -2, opposite is 2? No. Wait no—wait the question says "which coordinate is the same as y-coordinate of G'". G'’s y is -2. G's x-coordinate is -2, so is it the x-coordinate of G? Yes! Because G's x-coordinate is -2, which equals G'’s y-coordinate (-2). Oh right! I made a mistake earlier.

Step1: Find G's x-coordinate

Point G is (-2, -4), so x-coordinate is -2.

Step2: Find G'’s y-coordinate

Point G' is (4, -2), so y-coordinate is -2.

Step3: Compare values

-2 (G's x-coordinate) equals -2 (G'’s y-coordinate).

Answer:

A. x-coordinate of point G